Design of Near Perfect Reconstruction Oversampled Filter Banks for Subband Adaptive Filters
Design of Near Perfect Reconstruction Oversampled Filter Banks for Subband Adaptive Filters
In this brief, a design algorithm for real-valued and complex-valued oversampled filter banks which yield a low level of inband alias and enable simple subband adaptiv structures is presented. The filter banks are either based on complex modulation of a real-valued low-pass prototype or on the direct or modulated setups of real-valued filter banks. If real-valued filter banks are required, then the different channels will have different subsampling ratios so that the bandpass sampling theorem is not violated. This brief also presents design examples of real-valued and complex-valued filter banks.
1081-1086
Harteneck, M
9b15e378-31d8-4e37-8042-5e386a292a4a
Weiss, S
a1716781-351d-41d2-8d67-3e3d34f16476
Stewart, R W
c819965d-70b4-4689-8206-e6e444dcbf8e
August 1999
Harteneck, M
9b15e378-31d8-4e37-8042-5e386a292a4a
Weiss, S
a1716781-351d-41d2-8d67-3e3d34f16476
Stewart, R W
c819965d-70b4-4689-8206-e6e444dcbf8e
Harteneck, M, Weiss, S and Stewart, R W
(1999)
Design of Near Perfect Reconstruction Oversampled Filter Banks for Subband Adaptive Filters.
IEEE Transactions on Circuits and Systems Part II: Analog and Digital Signal Processing, 46 (8), .
Abstract
In this brief, a design algorithm for real-valued and complex-valued oversampled filter banks which yield a low level of inband alias and enable simple subband adaptiv structures is presented. The filter banks are either based on complex modulation of a real-valued low-pass prototype or on the direct or modulated setups of real-valued filter banks. If real-valued filter banks are required, then the different channels will have different subsampling ratios so that the bandpass sampling theorem is not violated. This brief also presents design examples of real-valued and complex-valued filter banks.
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Published date: August 1999
Organisations:
Electronics & Computer Science
Identifiers
Local EPrints ID: 251921
URI: http://eprints.soton.ac.uk/id/eprint/251921
ISSN: 1057-7130
PURE UUID: 204965fa-be2c-42b3-ba06-00b66444a16f
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Date deposited: 11 Dec 2003
Last modified: 14 Mar 2024 05:13
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Author:
M Harteneck
Author:
S Weiss
Author:
R W Stewart
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